可逆布氏乘数分析

J. Sultana, Sajib Kumar Mitra, A. Chowdhury
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引用次数: 9

摘要

可逆逻辑在近十年来受到研究人员的关注,主要是由于其低功耗。因此,设计师们继续努力创造由可逆门组成的完整可逆电路。本文提出了一种在可逆模式下实现布斯乘法器的设计方法。布斯乘数被认为是文献中最快的乘数之一,我们已经在可逆范式中展示了一种有效的设计方法。所提出的架构能够在没有任何反馈的情况下执行两个操作数的有符号和无符号乘法,而现有的可逆模式乘法器考虑环路,这在可逆逻辑设计中是严格禁止的。从可逆电路设计的角度来看,所建立的理论基础表明所提出的电路是非常有效的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On the Analysis of Reversible Booth's Multiplier
Reversible logic attains the attraction of researchers in the last decade mainly due to low-power dissipation. Designers' endeavors are thus continuing in creating complete reversible circuits consisting of reversible gates. This paper presents a design methodology for the realization of Booth's multiplier in reversible mode. Booth's multiplier is considered as one of the fastest multipliers in literature and we have shown an efficient design methodology in reversible paradigm. The proposed architecture is capable of performing both signed and unsigned multiplication of two operands without having any feedbacks, whereas existing multipliers in reversible mode consider loop which is strictly prohibited in reversible logic design. Theoretical underpinnings, established for the proposed design, show that the proposed circuit is very efficient from reversible circuit design point of view.
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